For two moles of diatomic oxygen with no vibrational mode.
\(U_{1} = 2\times \frac{5}{2} RT = 5RT\)
For four moles of monoatomic Argon,
\(U_{2} = 4\times \frac{3}{2} RT = 6RT\)
\(\therefore\quad U=U_{1}+ U_{2} = 5RT+6RT=11RT\)
Read more from the chapter: Internal Energy: Definition, Formula & Components
The Correct Answer is (C)
The Correct Answer is (C)
The inherent form of energy that is present in the system is called internal energy, due to motion. The total internal energy can be calculated by adding the total kinetic energy, potential energy, and electric energy of the atoms. The properties of internal energy are as follows:
The internal energy of a closed system
The formula for internal energy is ΔU = q + W,
Here, U is the change in internal energy
q denotes heat
W is the mechanical work
Components of Internal energy
The component of the internal energy in a system are:
Read more:
Related concepts | ||
---|---|---|
Chemical energy | Heat transfer | Latent heat |
Work done | Heat | Thermodynamics processes |
Consider a rope fixed at both ends under tension so that it is horizontal (i.e. assume the rope is along x-axis, with gravity acting along z-axis). Now the right end is continually oscillated at high frequency n (say n=100 Hz) horizontally and in a direction along the rope; amplitude of oscillation is negligible. The oscillation travells along the rope and is reflected at the left end.
Let the total length of rope be l, total mass be m and the acceleration due to gravity be g.
After initial phase (say a mintue or so), the rope has __(BLANK-1)__ wave, which is __(BLANK-2)__ in nature. It results from superposition of left travelling and right travelling __(BLANK-3)__ waves. This resulting wave has a frequency __ (BLANK-4)_ that of oscillation frequency nu. Simple dimensional analysis indicates that the frequency of can be of the form: ___(BLANK-5)__ .
Identify the major product C formed in the following reaction sequence: